Combinatorics and Graph Theory

   

Linear Programming Solves Biclique Problems, Flaws in Literature Proof

Authors: Thinh D. Nguyen

The study of perebor dates back to the Soviet-era mathematics, especially in the 1980s [1]. Post-Soviet mathematicians have been working on many problems in combinatorial optimization. One of them is Maximum Edge Biclique Problem (MBP). In [2], the author proves that MBP is NP-complete. In this note, we give a polynomial time algorithm for MBP by using linear programming (LP). Thus, some flaw needs to be found in Peeter's work. We leave this to the community.

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[v1] 2018-06-18 00:11:02

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